Description Usage Arguments Value
For discrete series, Probability Integral Transform sampling maps observations onto a Uniform distribution that is then mapped
onto a Gaussian distribution for modelling. This is essentially a copula method where we assume the 'marginal'
is a discrete distribution. This function ranks log(x + 0.01)
transformed values of x
to generate
the Uniform(0,1) marginal and then uses qnorm
to map these onto an approximately Gaussian
distribution
1 | paranorm(x)
|
x |
|
A vector
of approximately Gaussian PIT-transformed values
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